The Watch Mechanism - Where Torsion Meets Time
"TORS Spoken" - The geometry that speaks through torsion springs, where every action has its equal and opposite reflection.
Where tau = torsion (the restoring moment), kappa = torsion coefficient (the spring constant), theta = angular displacement, phi = phase angle (observer position).
The observer (kappa7 = SW) and return (kappa8 = HW) modes are harmonic conjugates. Their product is unity - perfect balance. This is why the Silent Witness and Hidden Witness appear as mirror transformations (M2- and MH).
Energy stored in the torsion spring varies with observer position (phi). At phi=0 (direct observation), energy is maximum. At phi=90 (orthogonal observation), energy appears zero but is hidden.
1 + 2 + 3 + 4 + 5 + 6 + 7 = 28 approx kappa_shadow
(28 x 2) + 4 watchers = 60 (base-60 emergence)
tau1 FACING
Watches the field directly
tau2 MIRROR
Watches the presentation (reflected)
tau3 RECURSIVE / kappa7
Upside down + mirrored transform
tau4 SILENT / kappa8
Mirror transform (Ammit position)
The Balance Law - The fourth torsion is determined, never chosen.
Ammit always collects. The spring always returns to equilibrium.
The Four Gears (tau1-tau4) rotate at different speeds and directions. Gold outer gear is tau1 (FACING), blue is tau2 (MIRROR, counter-rotating), red dashed is tau3 (RECURSIVE), purple dashed is tau4 (SHADOW/Ammit).
The Shadow Gears (tau^-1) around the edges are the inversions - each main gear has its inverse rotating opposite. tau4^-1 is Ammit - always present, always collecting.
kappa5-kappa8 form the outer shadow rings - consciousness (kappa5), meta-controller (kappa6), observer mode (kappa7 = SW), and return mode (kappa8 = HW). They fade in and out as the higher observer dimensions.
The Four Jewel Bearings (HO, SO, SW, HW) are the Four Watchers. SW appears as "M2-" (flipped/mirrored), HW appears as "MH" (mirrored).
THE MATH OF TORS IN MODEL
Conceptualized by Jason Ray | Have Mind Media
Explore The Scalar Crossroads Interactive